Conditions of Use an Extreme Regulator in the Control Loop of Large-Scale Economic Activities

V. Gusev
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Abstract

The problem of calculating the autonomous control of a non-stationary system using only the values of the target function on a discrete set of times is considered. The algorithm of the extreme regulator is proposed for calculating the control. The conditions of its working capacity are formulated. An estimate of the exact lower margin of error of the decision, due to the size of the step in time and the rate of change of the target function, is obtained. The application of the algorithm is demonstrated in the output control model.
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大规模经济活动控制回路中极限调节器的使用条件
研究了仅利用目标函数在离散时间集合上的值计算非平稳系统的自主控制问题。提出了一种用于控制计算的极值调节器算法。制定了其工作能力的条件。得到了由于步长在时间上的大小和目标函数的变化率所引起的决策的准确的下误差范围的估计。在输出控制模型中验证了该算法的应用。
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